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BookRenter Reviews and Ratings

[Seller Name] Reviews and Ratings What's this?

BookRenter

Seller rating: (7,143) 88% *
Seller since January 2012
Seller Info
  • Ships From
  • Multiple Locations
  • Shipping Method
  • Standard
Seller Statistics
Positive Feedback (all-time) Order Confirmation Rate
88% 94%

BookRenter Ratings & Buyer Feedback

Rating
Buyer Name
Buyer's School
Date
Bruce C
Ohio Dominican University
07/09/15

I somehow received two copies of the book, different editions after being told the earlier edition was not available...it all worked out since I sent back the one I didn't need and got a full refund..

tawnie m
Jefferson State Community College
07/09/15
Juana E
The University of Texas at Arlington
07/09/15
Mark A
Chapman University
07/08/15

Book was a good price!

CharAnn B
07/08/15
Priscilla R
South Texas College
07/08/15
Valerie J
Broward College
07/08/15
Violet R
Bramson ORT College
07/08/15

received in timely manner.

Jeffrey B
Lewis and Clark Community College
07/08/15

Book was in great shape and arrived much quicker than expected.

Aaron B
San Diego Mesa College
07/07/15

Hello, I rented this book but then sent it back for a refund. However, I have yet to receive my refund for this book!

Santos B
UCSB
07/07/15

Received on time

Derrick P
Saint Louis Community College - Forest Park
07/07/15

Will be using this site again

Jasmine S
College of the Sequoias
07/07/15

I've already returned this for a refund. thanks.

Sharon P
07/07/15

I am shipping the books back today.

Jane M
Golden Gate University - San Francisco
07/07/15

Reasonable price, shipping is fast too. Good deal!

What's a ValoreBooks Recommended Seller?

Recommended Sellers are backed by ValoreBooks because of their high level of service. When purchasing from a recommended seller, you can rest assured knowing that your order will be processed smoothly.

Qualification Requirements Positive Feedback 90+% Order Confirmation Rate 90+% Order Tracking 75+% Orders Fulfilled 250+

*This is the seller's all-time positive feedback score, calculated by the number of positive ratings / (positives + negatives)